Closed CaptainEven closed 3 years ago
It is possible, but I didn't try it. Note that for deconvolution, the kernels are often much more complex (e.g., motion blur). It may be harder to estimate the kernels accurately, though one good thing is that there is no downscaling in deconvolution. We can summarize them as follows:
image super-resolution: downscaling (hard, much loss of information) + blur (often assumed to be simple, at most anisotropic Gaussian) + noise
image deblurring: blur only (often motion blur kernels, as Gaussian blurs are too easy for this task, even traditional methods may solve it well) + noise
@JingyunLiang Thanks for the explanation! I got it, and i 'll try it maybe when i'm free .
Can estimated kernels(spatially variant) be applied to deconvolution debluring explicitly, using FFT and wiener filter?